Trisecting a line segment by using only a straightedge and compass was proven impossible by advanced algebra
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Definition1/10
false
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Term1/10
Tessellations have been used by various cultures in decorating what familiar objects
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A.BuildingsB.ClothingC.Manuscripts
D. All of the above
The answer is D all of the above
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Term1/10
The only Platonic solid with less than five faces is what
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tetrahedron
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Term1/10
To trisect an angle you first construct an equilateral triangle
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Right
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The octahedron can be constructed from the repetitive folding of
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equilateral triangles
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Term1/10
How do you find the bisector of a given angle using a paper folding construction
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True:)
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Term1/10
When a line of symmetry divides an image its spells the image into two congruent parts on either side of the line symmetry
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Definition1/10
true
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Term1/10
Which can be constructed from polygons alone
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More complicated polygons.
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Is it true that a shape with rotational symmetry can be rotated around a point so that all of its characteristics are maintained
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It only has rotional symmetry if it can be rotated around a
point less than 360 degrees and staying the same shape like if you
rotate a square 90 degrees it will be the same shape as in the
beginning.. Kind of confusing
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Which of tge following have at least two congruent parallel bases
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Cylinder, Cube, Prism.
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Cards in this guide (10)
Trisecting a line segment by using only a straightedge and compass was proven impossible by advanced algebra
false
Tessellations have been used by various cultures in decorating what familiar objects
A.BuildingsB.ClothingC.Manuscripts
D. All of the above
The answer is D all of the above
The only Platonic solid with less than five faces is what
tetrahedron
To trisect an angle you first construct an equilateral triangle
Right
The octahedron can be constructed from the repetitive folding of
equilateral triangles
How do you find the bisector of a given angle using a paper folding construction
True:)
When a line of symmetry divides an image its spells the image into two congruent parts on either side of the line symmetry
true
Which can be constructed from polygons alone
More complicated polygons.
Is it true that a shape with rotational symmetry can be rotated around a point so that all of its characteristics are maintained
It only has rotional symmetry if it can be rotated around a
point less than 360 degrees and staying the same shape like if you
rotate a square 90 degrees it will be the same shape as in the
beginning.. Kind of confusing
Which of tge following have at least two congruent parallel bases